Math

Greatest Being Postulate.By Aiya-Oba
The greatest Being, is the b e i n g of All in all. -Aiya-Oba (Philosopher). ... 15 Mar 2010 08:59

What is this figure called? A wedge? #517 Correcting Math
Alright, I confirmed my suspicions that a tetrahedron in 3D is a no-go as the best tiler because of obvious inability to form a solid packing with no gaps in between. I found this website to show me the densest tetrahedron packing: --- quoting from wolfram --- http://demonstrations.wolfram.com/DensestTetrahed... 14 Mar 2010 04:23

Equilateral Triangle Tiler Conjecture! #513.2 Correcting Math
I am going to a new thread on this book starting with #514, for it is taking Google too long to download, and Google does not like these massive long threads. They probably cut them off at 200 posts. If this conjecture is true and turns into a theorem, it is probably far more important to Physics than ... 13 Mar 2010 17:35

e^e
Is e^e rational? Can anyone give me any references to this problem? Thanks in advance. ... 24 Mar 2010 22:47

THE MATHEMATICAL EXACT DEFINITION OF A PRIME NUMBER BYINVERSE19 MATHEMATICS
On Sat, 13 Mar 2010 07:50:49 -0800, Inverse 19 mathematics wrote: [Drivel.] Inverted, have you noticed that nobody gives a hoot about your rubbish? ... 13 Mar 2010 16:29

THE MATHEMATICAL EXACT DEFINITION OF A PRIME NUMBER BY INVERSE19 MATHEMATICS
Inverse 19 mathematics wrote: [gibberish Nonsense] You are clearly experiencing a deep psychotic episode, you'd better ask to be internalized, quickly, very quickly, before you end up being a danger for yourselves and others. ... 13 Mar 2010 15:22

Laurent series question
Let f be analytic in C\{-1,3}, and -1, 3 are simple poles of f. can sum{n = - oo, n = -1} a_n (z-2)^n be a Laurent series of f in 1<|z-2|<3 ? (probably the answer should be "no") ... 14 Mar 2010 16:33

I Think Therefore I Am - rebuttal
On Mar 13, 9:55 am, Huang <huangxienc...(a)yahoo.com> wrote: Descartes said "I Think Therefore I Am", and if you are like me then you too may have questioned this as a basis for "establishing existence by means of physical experiment". That is what Descartes did. He used a physical experiment, the process ... 19 Mar 2010 22:22

tanx=x
let p_k , k=1,2,3..., be the sequence of the positive roots of tanx=x how to prove 1/(p_1)^2+1/(p_2)^2+1/(p_3)^2......=1/10 thanks If the sequence p_k is the positive roots of tanx=-x, then I have a proof of 1/(p_1)^2+1/(p_2)^2+1/(p_3)^2......=1/3 and also 1/(p_1)^4+1/(p_2)^4+1/(p_3)^4......=13/180 (th... 30 Mar 2010 17:15

question about integers / divisibility (updated conditions)
Thanks again for all the replies. Modified conditions a bit more: 1. p, q, r are distinct integers (assume all > 0). 2. n is an odd prime 3. (p) > (q+r) 4. q = a^n; r = b^n (a, b are integers) 5. (npqr)(2^n) divides (p-q-r)^n Is (5) possible when p, q, r are relatively prime? If not, can it be proved that ... 15 Mar 2010 01:22